aiqbench analysis
This is theoretical computer science work on scheduling under uncertainty. Its AI relevance comes from the learning-augmented framing, where algorithms use possibly erroneous predictions about job speeds, and the paper is cross-listed to cs.LG. The useful takeaway for ML readers is the robustness question: how much prediction error a system can absorb before its guarantees degrade, and how an algorithm can still perform well without precise inputs. The reported evaluation on a heterogeneous multi-core processor, rather than only synthetic benchmarks, is a modest but meaningful step for the learning-augmented algorithms literature.
Speed-Oblivious Online Scheduling: Knowing (Precise) Speeds is not Necessary
arXiv:2302.00985v3 Announce Type: replace-cross Abstract: We consider online scheduling on unrelated (heterogeneous) machines in a speed-oblivious setting, where an algorithm is unaware of the exact job-dependent processing speeds. We show strong impossibility results for clairvoyant and non-clairvoyant algorithms and overcome them in models inspired by practical settings: (i) we provide competitive learning-augmented algorithms, assuming that (possibly erroneous) predictions on the speeds are given, and (ii) we provide competitive algorithms for the speed-ordered model, where a single global order of machines according to their unknown job-dependent speeds is known. We prove strong theoretical guarantees and evaluate our findings on a representative heterogeneous multi-core processor. These seem to be the first empirical results for scheduling algorithms with predictions that are evaluated in a non-synthetic hardware environment.
Abstract:We consider online scheduling on unrelated (heterogeneous) machines in a speed-oblivious setting, where an algorithm is unaware of the exact job-dependent processing speeds. We show strong impossibility results for clairvoyant and non-clairvoyant algorithms and overcome them in models inspired by practical settings: (i) we provide competitive learning-augmented algorithms, assuming that (possibly erroneous) predictions on the speeds are given, and (ii) we provide competitive algorithms for the speed-ordered model, where a single global order of machines according to their unknown job-dependent speeds is known. We prove strong theoretical guarantees and evaluate our findings on a representative heterogeneous multi-core processor. These seem to be the first empirical results for scheduling algorithms with predictions that are evaluated in a non-synthetic hardware environment.
Fixes proof of Lemma 3.9
Data Structures and Algorithms (cs.DS); Machine Learning (cs.LG)
arXiv:2302.00985 [cs.DS]
(or arXiv:2302.00985v3 [cs.DS] for this version)
https://doi.org/10.48550/arXiv.2302.00985 Focus to learn more arXiv-issued DOI via DataCite
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Full text under the publisher's open licence · 221 words
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